| Especially for 5th grade, tape diagrams are very useful! Later when you do lots of fraction work, having a tape diagram helps separate the hard numbers and turn it I to basically a first grade addition problem. As a teacher I see how tape diagrams evolve from K to middle school. It’s amazing. Same thing with number lines. It’s super hard jumping right in without it building over the years but it’s worth it! Look up embarcó for support and Duane Habacker on YuoTube. He has videos for all the lessons I believe. There’s a district in California (Oakland maybe?) that has homework helper videos for every lesson. And Zearn also follows Eureka exactly, though it’s more screen time and many parents complain about it. You can set up a free account. |
There zero need to understand Eureka math. Your daughter understands real math - that’s what counts. |
Not now, no. They need to do the exit ticket which is a Google form where you just type in the answers. Even before they were supposed to, but if you could write the equation/operation you performed to get the answer you were fine afaik. Who cares about “credit” in 5th grade? |
There are no right or wrong strategies; if a child is able to do a math problem and show their work in a reasonable way (which is usually something like X+Y=Z) they are fine. Nobody needs stupid tape diagrams or area models, sorry. |
Finally the voice of reason! Your last sentence. |
Except that pedagogically, you make the kid show steps and do it the boring way on the easy stuff because they’ll need to know the process for the hard stuff. In Algebra terms, I’ve had kids fight me on showing their work on one or two step equations because they did it in their head... but when we moved into multi-step equations, they were stuck. Tape diagrams force kids to understand proportionality and orders of magnitude, and help also make that visual link between fractions and decimals... which is critically important in later years. |
I agree on importance on showing one’s work, but one can do it equation style. No need to draw pictures unless a kid really doesn’t understand. |
It does seem superior to the previous system, but as others pointed out, but requiring kids to apply methods that no grown up would use may be overkill. It may help some kids and that's fine. For example, my child uses the models for multiplying fractions because it makes the teacher happy. They'd prefer to simply do the multiplication especially because these are a pain to show using Kami. They don't struggle with math at all and so far have perfect scores on their assessments; however, I think some flexibility would be an improvement. It would certainly make math class more enjoyable. |